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目前J-lay铺管法作为深水和超深水铺管的最适用方法广泛应用于深海油气开发。考虑J-lay铺管时管道几何非线性特征以及触地区边界效应,将J-lay铺管模型划分三构件进行力学分析:悬浮段、边界层段以及触地段。建立Orca Flex模型和引入Wang改进二构件模型,通过对比上述三种方法计算J-lay相应构型、轴力、弯矩和剪力分布,验证该三构件模型的可行性和考虑边界效应的必要性。基于Lamé公式计算管道横截面处轴向、径向以及环向应力,对比分析J-lay铺设管道应力分布特征。结果表明:该改进三构件模型能真实有效地模拟J-lay铺管过程中管道受力情况,特别是触地点附近弯矩和剪力变化情况,能为管道疲劳损伤分析提供理论基础。 相似文献
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The maximum bending moment or curvature in the neighborhood of the touch down point (TDP) and the maximum tension at the top are two key parameters to be controlled during deepwater J-lay installation in order to ensure the safety of the pipe-laying operation and the normal operation of the pipelines. In this paper, the non-linear governing differential equation for getting the two parameters during J-lay installation is proposed and solved by use of singular perturbation technique, from which the asymptotic expression of stiffened catenary is obtained and the theoretical expression of its static geometric configuration as well as axial tension and bending moment is derived. Finite element results are applied to verify this method. Parametric investigation is conducted to analyze the influences of the seabed slope, unit weight, flexural stiffness, water depth, and the pipe-laying tower angle on the maximum tension and moment of pipeline by this method, and the results show how to control the installation process by changing individual parameters. 相似文献
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The maximum bending moment or curvature in the neighborhood of the touch down point （TDP） and the maximum tension at the top are two key parameters to be controlled during deepwater J-lay installation in order to ensure the safety of the pipe-laying operation and the normal operation of the pipelines. In this paper, the non-linear governing differential equation for getting the two parameters during J-lay installation is proposed and solved by use of singular perturbation technique, from which the asymptotic expression of stiffened catenary is obtained and the theoretical expression of its static geometric configuration as well as axial tension and bending moment is derived. Finite element results are applied to verify this method. Parametric investigation is conducted to analyze the influences of the seabed slope, unit weight, flexural stiffness, water depth, and the pipe-laying tower angle on the maximum tension and moment of pipeline by this method, and the results show how to control the installation process by changing individual parameters. 相似文献
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